DOIAbstract
We extend the Poincare-Lyapounov-Nekhoroshev theorem from torus actions and invariant tori to general (non-abelian) involutory systems of vector fields and general invariant manifolds
We extend the Poincare-Lyapounov-Nekhoroshev theorem from torus actions and invariant tori to general (non-abelian) involutory systems of vector fields and general invariant manifolds
In this doctoral thesis we discuss invariant sets of autonomous ordinary differential equations. Fin...
In this doctoral thesis we discuss invariant sets of autonomous ordinary differential equations. Fin...
The Nekhoroshev theorem has provided in the last decades an important framework to study the long-te...
We study a generalization of the familiar Poincaré map, first implicitely introduced by N N Nekhoros...
AbstractWe consider a class of involutive systems of real vector fields on theN-dimensional torus an...
Abstract. We consider set of functions on Poisson manifold related by continues one-parameter group ...
In a recent article, certain underdetermined linear systems of partial dif-ferential equations conne...
Under certain conditions, generalized action–angle coordinates can be introduced near non-compact in...
In this paper some qualitative and geometric aspects of nonsmooth vector fields theory are discussed...
We consider a class of involutive systems of n smooth vector fields on the n + 1 dimensional torus. ...
In article the method of research of asymptotic behaviour for solutions of the nonautonomous systems...
The theory of extensions of the dynamical equations on the torus is an important section of the theo...
Based on the d\u27Alembert-Lagrange-Poincar\\u27{e} variational principle, we formulate general equa...
AbstractWe consider a class of involutive systems of n smooth vector fields on the n+1 dimensional t...
My research lies in the area of dynamical systems, namely I am interested in geometric and topo-logi...
In this doctoral thesis we discuss invariant sets of autonomous ordinary differential equations. Fin...
In this doctoral thesis we discuss invariant sets of autonomous ordinary differential equations. Fin...
The Nekhoroshev theorem has provided in the last decades an important framework to study the long-te...
We study a generalization of the familiar Poincaré map, first implicitely introduced by N N Nekhoros...
AbstractWe consider a class of involutive systems of real vector fields on theN-dimensional torus an...
Abstract. We consider set of functions on Poisson manifold related by continues one-parameter group ...
In a recent article, certain underdetermined linear systems of partial dif-ferential equations conne...
Under certain conditions, generalized action–angle coordinates can be introduced near non-compact in...
In this paper some qualitative and geometric aspects of nonsmooth vector fields theory are discussed...
We consider a class of involutive systems of n smooth vector fields on the n + 1 dimensional torus. ...
In article the method of research of asymptotic behaviour for solutions of the nonautonomous systems...
The theory of extensions of the dynamical equations on the torus is an important section of the theo...
Based on the d\u27Alembert-Lagrange-Poincar\\u27{e} variational principle, we formulate general equa...
AbstractWe consider a class of involutive systems of n smooth vector fields on the n+1 dimensional t...
My research lies in the area of dynamical systems, namely I am interested in geometric and topo-logi...
In this doctoral thesis we discuss invariant sets of autonomous ordinary differential equations. Fin...
In this doctoral thesis we discuss invariant sets of autonomous ordinary differential equations. Fin...
The Nekhoroshev theorem has provided in the last decades an important framework to study the long-te...
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